Ann got a 30 year Fully Amortizing FRM for $1,000,000 at an annual interest rate of 6% compounded monthly, with monthly payments. After 5 years of payments, Ann can refinance the balance into a 25 year Fully Amortizing FRM at an annual interest rate of 4% compounded monthly, with monthly payments. Refinancing will cost Ann 1 point and $1,500 in closing costs. If Ann refinances into this loan and makes payments for 25 years, what will be her annualized IRR from refinancing? OA. 130.05% O B. 10.03% OC. 120.36% OD. 113.09%
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- 2) A 40 year, $100, 000 loan with effective annual interest i = 4% is paid by making payments of K at the end of each year for the first 20 years and payments of K - 250 at the end of each year for the next 20 years. Find K, and find the OB20 and OB30. Lastly, fill out the following amortization table for 3 years. t 0 1 N 3 Payment Interest Principle Repaid Outstanding Balance $100,0002) A 30 year $100, 000 loan is made with effective annual interest i = 9% for the first 10 years and i = 7% for the next 20 years. The loan is paid off with constant yearly payments K beginning one year after the loan is made. Find K, and find the OB10 and OB25. Lastly, fill out the following amortization table for 3 years. Outstanding Principle Repaid Payment Interest Balance $100, 000 1 2 3.#1) Time value: Annuities Marian Kirk wishes to select the better of two 10-year annuities,C and D. Annuity C is an ordinary annuity of $2,500 per year for 10 years. AnnuityD is an annuity due of $2,200 per year for 10 years.a. Find the future value of both annuities at the end of year 10 assuming that Mariancan earn (1) 10% annual interest and (2) 20% annual interest.c. Find the present value of both annuities, assuming that Marian can earn (1) 10%annual interest and (2) 20% annual interest. #2) Retirement planning Hal Thomas, a 25-year-old college graduate, wishes to retire atage 65. To supplement other sources of retirement income, he can deposit $2,000each year into a tax-deferred individual retirement arrangement (IRA). The IRA willearn a 10% return over the next 40 years.a. If Hal makes annual end-of-year $2,000 deposits into the IRA, how much will hehave accumulated by the end of his sixty-fifth year?b. If Hal decides to wait until age 35 to begin making annual end-of-year…
- Mr. Marc Pogi wish to purchase a house and lot in San Carlos City worth 2,200,000 pesos and the seller requires a 15% down payment. Then Mr. Marc Pogi will loan 6.5% monthtly interest rate to be paid for 20 years. Answer the following questions and find the unknown value needed in the amortization table below for the first 6 months of payment. Period Monthly Amortization Interest Principal Outstanding Balance 1 A? 2 3 c? 4 B? D?Don Magellan borrowed today from Ginoong Magellan P300,000.00 and agreed to repay the loan with 4 equal monthly amounts, the first payment to start 1 month from today. How much is the value of the equal monthly payment? Construct an amortization schedule. Use interest rate at 12 % compounded monthly.. A sala set costs P6,800 cash. A buyer pays P2,500 down-payment and the balance will be paid by equal monthly installment payments for 8 months with interest rate of 6% compounded monthly. Find: a. the monthly payments: b. construct an amortization schedule
- Construct an amortization schedule for a $1,000, 3.9% annual rate loan with 3 equal payments. The first payment will be made at the end of the 1st year. Find the required annual payments Selected Answer: $356.9 Answers: $356.9 $359.7 $367.2 $370.5 what’s the ending balance of the amortized loan at the end of the first year? Selected Answer: $678.1 Answers: $650.2 $669.1 $678.1 $679.3Question: You are considering borrowing $10,000 for 3 years at an annual interest rate of 6%. The loan agreement calls for 3 equal payments, to be paid at the end of each of the next 3 years. (Payments include both principal and interest.) The annual payment that will fully pay off (amortize) the loan is closest to?Q1: What equal annual payment series is required to repay the following present amounts? Working need to be done on excel file $25,000 in 6 years at 3.0% interest compounded annually. $9,500 in 7 years at 7.0% interest compounded annually. $21,500 in 5 years at 12.0% interest compounded annually. $1,000 in 15 years at 6.0% interest compounded annually. Q2: you plan to withdraw the amounts given below over the next five years from a savings account that earns 9% interest compounded annually, how much do you need to deposit now? End of year 1 $0.00 Year 2 $24,000 Year 3 $14,000 Year 4 $26,000 Year 5 $42,000 Solve using excel file
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